OPENQASM 2.0;
include "qelib1.inc";
qreg q[400];
creg c[399];
u2(0,pi) q[0];
u2(0,pi) q[1];
u2(0,pi) q[2];
u2(0,pi) q[3];
u2(0,pi) q[4];
u2(0,pi) q[5];
u2(0,pi) q[6];
u2(0,pi) q[7];
u2(0,pi) q[8];
u2(0,pi) q[9];
u2(0,pi) q[10];
u2(0,pi) q[11];
u2(0,pi) q[12];
u2(0,pi) q[13];
u2(0,pi) q[14];
u2(0,pi) q[15];
u2(0,pi) q[16];
u2(0,pi) q[17];
u2(0,pi) q[18];
u2(0,pi) q[19];
u2(0,pi) q[20];
u2(0,pi) q[21];
u2(0,pi) q[22];
u2(0,pi) q[23];
u2(0,pi) q[24];
u2(0,pi) q[25];
u2(0,pi) q[26];
u2(0,pi) q[27];
u2(0,pi) q[28];
u2(0,pi) q[29];
u2(0,pi) q[30];
u2(0,pi) q[31];
u2(0,pi) q[32];
u2(0,pi) q[33];
u2(0,pi) q[34];
u2(0,pi) q[35];
u2(0,pi) q[36];
u2(0,pi) q[37];
u2(0,pi) q[38];
u2(0,pi) q[39];
u2(0,pi) q[40];
u2(0,pi) q[41];
u2(0,pi) q[42];
u2(0,pi) q[43];
u2(0,pi) q[44];
u2(0,pi) q[45];
u2(0,pi) q[46];
u2(0,pi) q[47];
u2(0,pi) q[48];
u2(0,pi) q[49];
u2(0,pi) q[50];
u2(0,pi) q[51];
u2(0,pi) q[52];
u2(0,pi) q[53];
u2(0,pi) q[54];
u2(0,pi) q[55];
u2(0,pi) q[56];
u2(0,pi) q[57];
u2(0,pi) q[58];
u2(0,pi) q[59];
u2(0,pi) q[60];
u2(0,pi) q[61];
u2(0,pi) q[62];
u2(0,pi) q[63];
u2(0,pi) q[64];
u2(0,pi) q[65];
u2(0,pi) q[66];
u2(0,pi) q[67];
u2(0,pi) q[68];
u2(0,pi) q[69];
u2(0,pi) q[70];
u2(0,pi) q[71];
u2(0,pi) q[72];
u2(0,pi) q[73];
u2(0,pi) q[74];
u2(0,pi) q[75];
u2(0,pi) q[76];
u2(0,pi) q[77];
u2(0,pi) q[78];
u2(0,pi) q[79];
u2(0,pi) q[80];
u2(0,pi) q[81];
u2(0,pi) q[82];
u2(0,pi) q[83];
u2(0,pi) q[84];
u2(0,pi) q[85];
u2(0,pi) q[86];
u2(0,pi) q[87];
u2(0,pi) q[88];
u2(0,pi) q[89];
u2(0,pi) q[90];
u2(0,pi) q[91];
u2(0,pi) q[92];
u2(0,pi) q[93];
u2(0,pi) q[94];
u2(0,pi) q[95];
u2(0,pi) q[96];
u2(0,pi) q[97];
u2(0,pi) q[98];
u2(0,pi) q[99];
u2(0,pi) q[100];
u2(0,pi) q[101];
u2(0,pi) q[102];
u2(0,pi) q[103];
u2(0,pi) q[104];
u2(0,pi) q[105];
u2(0,pi) q[106];
u2(0,pi) q[107];
u2(0,pi) q[108];
u2(0,pi) q[109];
u2(0,pi) q[110];
u2(0,pi) q[111];
u2(0,pi) q[112];
u2(0,pi) q[113];
u2(0,pi) q[114];
u2(0,pi) q[115];
u2(0,pi) q[116];
u2(0,pi) q[117];
u2(0,pi) q[118];
u2(0,pi) q[119];
u2(0,pi) q[120];
u2(0,pi) q[121];
u2(0,pi) q[122];
u2(0,pi) q[123];
u2(0,pi) q[124];
u2(0,pi) q[125];
u2(0,pi) q[126];
u2(0,pi) q[127];
u2(0,pi) q[128];
u2(0,pi) q[129];
u2(0,pi) q[130];
u2(0,pi) q[131];
u2(0,pi) q[132];
u2(0,pi) q[133];
u2(0,pi) q[134];
u2(0,pi) q[135];
u2(0,pi) q[136];
u2(0,pi) q[137];
u2(0,pi) q[138];
u2(0,pi) q[139];
u2(0,pi) q[140];
u2(0,pi) q[141];
u2(0,pi) q[142];
u2(0,pi) q[143];
u2(0,pi) q[144];
u2(0,pi) q[145];
u2(0,pi) q[146];
u2(0,pi) q[147];
u2(0,pi) q[148];
u2(0,pi) q[149];
u2(0,pi) q[150];
u2(0,pi) q[151];
u2(0,pi) q[152];
u2(0,pi) q[153];
u2(0,pi) q[154];
u2(0,pi) q[155];
u2(0,pi) q[156];
u2(0,pi) q[157];
u2(0,pi) q[158];
u2(0,pi) q[159];
u2(0,pi) q[160];
u2(0,pi) q[161];
u2(0,pi) q[162];
u2(0,pi) q[163];
u2(0,pi) q[164];
u2(0,pi) q[165];
u2(0,pi) q[166];
u2(0,pi) q[167];
u2(0,pi) q[168];
u2(0,pi) q[169];
u2(0,pi) q[170];
u2(0,pi) q[171];
u2(0,pi) q[172];
u2(0,pi) q[173];
u2(0,pi) q[174];
u2(0,pi) q[175];
u2(0,pi) q[176];
u2(0,pi) q[177];
u2(0,pi) q[178];
u2(0,pi) q[179];
u2(0,pi) q[180];
u2(0,pi) q[181];
u2(0,pi) q[182];
u2(0,pi) q[183];
u2(0,pi) q[184];
u2(0,pi) q[185];
u2(0,pi) q[186];
u2(0,pi) q[187];
u2(0,pi) q[188];
u2(0,pi) q[189];
u2(0,pi) q[190];
u2(0,pi) q[191];
u2(0,pi) q[192];
u2(0,pi) q[193];
u2(0,pi) q[194];
u2(0,pi) q[195];
u2(0,pi) q[196];
u2(0,pi) q[197];
u2(0,pi) q[198];
u2(0,pi) q[199];
u2(0,pi) q[200];
u2(0,pi) q[201];
u2(0,pi) q[202];
u2(0,pi) q[203];
u2(0,pi) q[204];
u2(0,pi) q[205];
u2(0,pi) q[206];
u2(0,pi) q[207];
u2(0,pi) q[208];
u2(0,pi) q[209];
u2(0,pi) q[210];
u2(0,pi) q[211];
u2(0,pi) q[212];
u2(0,pi) q[213];
u2(0,pi) q[214];
u2(0,pi) q[215];
u2(0,pi) q[216];
u2(0,pi) q[217];
u2(0,pi) q[218];
u2(0,pi) q[219];
u2(0,pi) q[220];
u2(0,pi) q[221];
u2(0,pi) q[222];
u2(0,pi) q[223];
u2(0,pi) q[224];
u2(0,pi) q[225];
u2(0,pi) q[226];
u2(0,pi) q[227];
u2(0,pi) q[228];
u2(0,pi) q[229];
u2(0,pi) q[230];
u2(0,pi) q[231];
u2(0,pi) q[232];
u2(0,pi) q[233];
u2(0,pi) q[234];
u2(0,pi) q[235];
u2(0,pi) q[236];
u2(0,pi) q[237];
u2(0,pi) q[238];
u2(0,pi) q[239];
u2(0,pi) q[240];
u2(0,pi) q[241];
u2(0,pi) q[242];
u2(0,pi) q[243];
u2(0,pi) q[244];
u2(0,pi) q[245];
u2(0,pi) q[246];
u2(0,pi) q[247];
u2(0,pi) q[248];
u2(0,pi) q[249];
u2(0,pi) q[250];
u2(0,pi) q[251];
u2(0,pi) q[252];
u2(0,pi) q[253];
u2(0,pi) q[254];
u2(0,pi) q[255];
u2(0,pi) q[256];
u2(0,pi) q[257];
u2(0,pi) q[258];
u2(0,pi) q[259];
u2(0,pi) q[260];
u2(0,pi) q[261];
u2(0,pi) q[262];
u2(0,pi) q[263];
u2(0,pi) q[264];
u2(0,pi) q[265];
u2(0,pi) q[266];
u2(0,pi) q[267];
u2(0,pi) q[268];
u2(0,pi) q[269];
u2(0,pi) q[270];
u2(0,pi) q[271];
u2(0,pi) q[272];
u2(0,pi) q[273];
u2(0,pi) q[274];
u2(0,pi) q[275];
u2(0,pi) q[276];
u2(0,pi) q[277];
u2(0,pi) q[278];
u2(0,pi) q[279];
u2(0,pi) q[280];
u2(0,pi) q[281];
u2(0,pi) q[282];
u2(0,pi) q[283];
u2(0,pi) q[284];
u2(0,pi) q[285];
u2(0,pi) q[286];
u2(0,pi) q[287];
u2(0,pi) q[288];
u2(0,pi) q[289];
u2(0,pi) q[290];
u2(0,pi) q[291];
u2(0,pi) q[292];
u2(0,pi) q[293];
u2(0,pi) q[294];
u2(0,pi) q[295];
u2(0,pi) q[296];
u2(0,pi) q[297];
u2(0,pi) q[298];
u2(0,pi) q[299];
u2(0,pi) q[300];
u2(0,pi) q[301];
u2(0,pi) q[302];
u2(0,pi) q[303];
u2(0,pi) q[304];
u2(0,pi) q[305];
u2(0,pi) q[306];
u2(0,pi) q[307];
u2(0,pi) q[308];
u2(0,pi) q[309];
u2(0,pi) q[310];
u2(0,pi) q[311];
u2(0,pi) q[312];
u2(0,pi) q[313];
u2(0,pi) q[314];
u2(0,pi) q[315];
u2(0,pi) q[316];
u2(0,pi) q[317];
u2(0,pi) q[318];
u2(0,pi) q[319];
u2(0,pi) q[320];
u2(0,pi) q[321];
u2(0,pi) q[322];
u2(0,pi) q[323];
u2(0,pi) q[324];
u2(0,pi) q[325];
u2(0,pi) q[326];
u2(0,pi) q[327];
u2(0,pi) q[328];
u2(0,pi) q[329];
u2(0,pi) q[330];
u2(0,pi) q[331];
u2(0,pi) q[332];
u2(0,pi) q[333];
u2(0,pi) q[334];
u2(0,pi) q[335];
u2(0,pi) q[336];
u2(0,pi) q[337];
u2(0,pi) q[338];
u2(0,pi) q[339];
u2(0,pi) q[340];
u2(0,pi) q[341];
u2(0,pi) q[342];
u2(0,pi) q[343];
u2(0,pi) q[344];
u2(0,pi) q[345];
u2(0,pi) q[346];
u2(0,pi) q[347];
u2(0,pi) q[348];
u2(0,pi) q[349];
u2(0,pi) q[350];
u2(0,pi) q[351];
u2(0,pi) q[352];
u2(0,pi) q[353];
u2(0,pi) q[354];
u2(0,pi) q[355];
u2(0,pi) q[356];
u2(0,pi) q[357];
u2(0,pi) q[358];
u2(0,pi) q[359];
u2(0,pi) q[360];
u2(0,pi) q[361];
u2(0,pi) q[362];
u2(0,pi) q[363];
u2(0,pi) q[364];
u2(0,pi) q[365];
u2(0,pi) q[366];
u2(0,pi) q[367];
u2(0,pi) q[368];
u2(0,pi) q[369];
u2(0,pi) q[370];
u2(0,pi) q[371];
u2(0,pi) q[372];
u2(0,pi) q[373];
u2(0,pi) q[374];
u2(0,pi) q[375];
u2(0,pi) q[376];
u2(0,pi) q[377];
u2(0,pi) q[378];
u2(0,pi) q[379];
u2(0,pi) q[380];
u2(0,pi) q[381];
u2(0,pi) q[382];
u2(0,pi) q[383];
u2(0,pi) q[384];
u2(0,pi) q[385];
u2(0,pi) q[386];
u2(0,pi) q[387];
u2(0,pi) q[388];
u2(0,pi) q[389];
u2(0,pi) q[390];
u2(0,pi) q[391];
u2(0,pi) q[392];
u2(0,pi) q[393];
u2(0,pi) q[394];
u2(0,pi) q[395];
u2(0,pi) q[396];
u2(0,pi) q[397];
u2(0,pi) q[398];
u2(-pi,-pi) q[399];
barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9],q[10],q[11],q[12],q[13],q[14],q[15],q[16],q[17],q[18],q[19],q[20],q[21],q[22],q[23],q[24],q[25],q[26],q[27],q[28],q[29],q[30],q[31],q[32],q[33],q[34],q[35],q[36],q[37],q[38],q[39],q[40],q[41],q[42],q[43],q[44],q[45],q[46],q[47],q[48],q[49],q[50],q[51],q[52],q[53],q[54],q[55],q[56],q[57],q[58],q[59],q[60],q[61],q[62],q[63],q[64],q[65],q[66],q[67],q[68],q[69],q[70],q[71],q[72],q[73],q[74],q[75],q[76],q[77],q[78],q[79],q[80],q[81],q[82],q[83],q[84],q[85],q[86],q[87],q[88],q[89],q[90],q[91],q[92],q[93],q[94],q[95],q[96],q[97],q[98],q[99],q[100],q[101],q[102],q[103],q[104],q[105],q[106],q[107],q[108],q[109],q[110],q[111],q[112],q[113],q[114],q[115],q[116],q[117],q[118],q[119],q[120],q[121],q[122],q[123],q[124],q[125],q[126],q[127],q[128],q[129],q[130],q[131],q[132],q[133],q[134],q[135],q[136],q[137],q[138],q[139],q[140],q[141],q[142],q[143],q[144],q[145],q[146],q[147],q[148],q[149],q[150],q[151],q[152],q[153],q[154],q[155],q[156],q[157],q[158],q[159],q[160],q[161],q[162],q[163],q[164],q[165],q[166],q[167],q[168],q[169],q[170],q[171],q[172],q[173],q[174],q[175],q[176],q[177],q[178],q[179],q[180],q[181],q[182],q[183],q[184],q[185],q[186],q[187],q[188],q[189],q[190],q[191],q[192],q[193],q[194],q[195],q[196],q[197],q[198],q[199],q[200],q[201],q[202],q[203],q[204],q[205],q[206],q[207],q[208],q[209],q[210],q[211],q[212],q[213],q[214],q[215],q[216],q[217],q[218],q[219],q[220],q[221],q[222],q[223],q[224],q[225],q[226],q[227],q[228],q[229],q[230],q[231],q[232],q[233],q[234],q[235],q[236],q[237],q[238],q[239],q[240],q[241],q[242],q[243],q[244],q[245],q[246],q[247],q[248],q[249],q[250],q[251],q[252],q[253],q[254],q[255],q[256],q[257],q[258],q[259],q[260],q[261],q[262],q[263],q[264],q[265],q[266],q[267],q[268],q[269],q[270],q[271],q[272],q[273],q[274],q[275],q[276],q[277],q[278],q[279],q[280],q[281],q[282],q[283],q[284],q[285],q[286],q[287],q[288],q[289],q[290],q[291],q[292],q[293],q[294],q[295],q[296],q[297],q[298],q[299],q[300],q[301],q[302],q[303],q[304],q[305],q[306],q[307],q[308],q[309],q[310],q[311],q[312],q[313],q[314],q[315],q[316],q[317],q[318],q[319],q[320],q[321],q[322],q[323],q[324],q[325],q[326],q[327],q[328],q[329],q[330],q[331],q[332],q[333],q[334],q[335],q[336],q[337],q[338],q[339],q[340],q[341],q[342],q[343],q[344],q[345],q[346],q[347],q[348],q[349],q[350],q[351],q[352],q[353],q[354],q[355],q[356],q[357],q[358],q[359],q[360],q[361],q[362],q[363],q[364],q[365],q[366],q[367],q[368],q[369],q[370],q[371],q[372],q[373],q[374],q[375],q[376],q[377],q[378],q[379],q[380],q[381],q[382],q[383],q[384],q[385],q[386],q[387],q[388],q[389],q[390],q[391],q[392],q[393],q[394],q[395],q[396],q[397],q[398],q[399];
cx q[0],q[399];
cx q[3],q[399];
cx q[4],q[399];
cx q[5],q[399];
cx q[6],q[399];
cx q[7],q[399];
cx q[10],q[399];
cx q[15],q[399];
cx q[16],q[399];
cx q[17],q[399];
cx q[18],q[399];
cx q[20],q[399];
cx q[21],q[399];
cx q[22],q[399];
cx q[23],q[399];
cx q[25],q[399];
cx q[26],q[399];
cx q[28],q[399];
cx q[31],q[399];
cx q[33],q[399];
cx q[34],q[399];
cx q[36],q[399];
cx q[38],q[399];
cx q[41],q[399];
cx q[42],q[399];
cx q[44],q[399];
cx q[45],q[399];
cx q[47],q[399];
cx q[51],q[399];
cx q[52],q[399];
cx q[53],q[399];
cx q[55],q[399];
cx q[57],q[399];
cx q[58],q[399];
cx q[59],q[399];
cx q[60],q[399];
cx q[66],q[399];
cx q[67],q[399];
cx q[68],q[399];
cx q[70],q[399];
cx q[72],q[399];
cx q[74],q[399];
cx q[76],q[399];
cx q[78],q[399];
cx q[79],q[399];
cx q[80],q[399];
cx q[87],q[399];
cx q[90],q[399];
cx q[91],q[399];
cx q[92],q[399];
cx q[95],q[399];
cx q[97],q[399];
cx q[101],q[399];
cx q[102],q[399];
cx q[103],q[399];
cx q[104],q[399];
cx q[106],q[399];
cx q[111],q[399];
cx q[113],q[399];
cx q[114],q[399];
cx q[115],q[399];
cx q[116],q[399];
cx q[118],q[399];
cx q[119],q[399];
cx q[120],q[399];
cx q[121],q[399];
cx q[126],q[399];
cx q[127],q[399];
cx q[128],q[399];
cx q[132],q[399];
cx q[134],q[399];
cx q[135],q[399];
cx q[138],q[399];
cx q[139],q[399];
cx q[140],q[399];
cx q[142],q[399];
cx q[146],q[399];
cx q[147],q[399];
cx q[148],q[399];
cx q[151],q[399];
cx q[152],q[399];
cx q[153],q[399];
cx q[155],q[399];
cx q[156],q[399];
cx q[160],q[399];
cx q[162],q[399];
cx q[163],q[399];
cx q[164],q[399];
cx q[165],q[399];
cx q[166],q[399];
cx q[167],q[399];
cx q[169],q[399];
cx q[170],q[399];
cx q[171],q[399];
cx q[172],q[399];
cx q[180],q[399];
cx q[182],q[399];
cx q[189],q[399];
cx q[197],q[399];
cx q[201],q[399];
cx q[203],q[399];
cx q[206],q[399];
cx q[207],q[399];
cx q[211],q[399];
cx q[213],q[399];
cx q[216],q[399];
cx q[218],q[399];
cx q[220],q[399];
cx q[223],q[399];
cx q[224],q[399];
cx q[226],q[399];
cx q[227],q[399];
cx q[228],q[399];
cx q[229],q[399];
cx q[230],q[399];
cx q[236],q[399];
cx q[238],q[399];
cx q[239],q[399];
cx q[242],q[399];
cx q[246],q[399];
cx q[247],q[399];
cx q[254],q[399];
cx q[255],q[399];
cx q[256],q[399];
cx q[258],q[399];
cx q[259],q[399];
cx q[262],q[399];
cx q[263],q[399];
cx q[264],q[399];
cx q[265],q[399];
cx q[267],q[399];
cx q[273],q[399];
cx q[276],q[399];
cx q[278],q[399];
cx q[280],q[399];
cx q[281],q[399];
cx q[282],q[399];
cx q[283],q[399];
cx q[285],q[399];
cx q[286],q[399];
cx q[288],q[399];
cx q[289],q[399];
cx q[290],q[399];
cx q[295],q[399];
cx q[297],q[399];
cx q[301],q[399];
cx q[302],q[399];
cx q[303],q[399];
cx q[308],q[399];
cx q[309],q[399];
cx q[310],q[399];
cx q[313],q[399];
cx q[314],q[399];
cx q[315],q[399];
cx q[317],q[399];
cx q[318],q[399];
cx q[320],q[399];
cx q[325],q[399];
cx q[329],q[399];
cx q[330],q[399];
cx q[333],q[399];
cx q[334],q[399];
cx q[335],q[399];
cx q[336],q[399];
cx q[337],q[399];
cx q[340],q[399];
cx q[341],q[399];
cx q[342],q[399];
cx q[344],q[399];
cx q[345],q[399];
cx q[346],q[399];
cx q[348],q[399];
cx q[349],q[399];
cx q[356],q[399];
cx q[360],q[399];
cx q[361],q[399];
cx q[363],q[399];
cx q[364],q[399];
cx q[365],q[399];
cx q[366],q[399];
cx q[368],q[399];
cx q[369],q[399];
cx q[370],q[399];
cx q[371],q[399];
cx q[372],q[399];
cx q[373],q[399];
cx q[375],q[399];
cx q[379],q[399];
cx q[380],q[399];
cx q[381],q[399];
cx q[384],q[399];
cx q[385],q[399];
cx q[387],q[399];
cx q[389],q[399];
cx q[392],q[399];
cx q[395],q[399];
cx q[398],q[399];
barrier q[0],q[1],q[2],q[3],q[4],q[5],q[6],q[7],q[8],q[9],q[10],q[11],q[12],q[13],q[14],q[15],q[16],q[17],q[18],q[19],q[20],q[21],q[22],q[23],q[24],q[25],q[26],q[27],q[28],q[29],q[30],q[31],q[32],q[33],q[34],q[35],q[36],q[37],q[38],q[39],q[40],q[41],q[42],q[43],q[44],q[45],q[46],q[47],q[48],q[49],q[50],q[51],q[52],q[53],q[54],q[55],q[56],q[57],q[58],q[59],q[60],q[61],q[62],q[63],q[64],q[65],q[66],q[67],q[68],q[69],q[70],q[71],q[72],q[73],q[74],q[75],q[76],q[77],q[78],q[79],q[80],q[81],q[82],q[83],q[84],q[85],q[86],q[87],q[88],q[89],q[90],q[91],q[92],q[93],q[94],q[95],q[96],q[97],q[98],q[99],q[100],q[101],q[102],q[103],q[104],q[105],q[106],q[107],q[108],q[109],q[110],q[111],q[112],q[113],q[114],q[115],q[116],q[117],q[118],q[119],q[120],q[121],q[122],q[123],q[124],q[125],q[126],q[127],q[128],q[129],q[130],q[131],q[132],q[133],q[134],q[135],q[136],q[137],q[138],q[139],q[140],q[141],q[142],q[143],q[144],q[145],q[146],q[147],q[148],q[149],q[150],q[151],q[152],q[153],q[154],q[155],q[156],q[157],q[158],q[159],q[160],q[161],q[162],q[163],q[164],q[165],q[166],q[167],q[168],q[169],q[170],q[171],q[172],q[173],q[174],q[175],q[176],q[177],q[178],q[179],q[180],q[181],q[182],q[183],q[184],q[185],q[186],q[187],q[188],q[189],q[190],q[191],q[192],q[193],q[194],q[195],q[196],q[197],q[198],q[199],q[200],q[201],q[202],q[203],q[204],q[205],q[206],q[207],q[208],q[209],q[210],q[211],q[212],q[213],q[214],q[215],q[216],q[217],q[218],q[219],q[220],q[221],q[222],q[223],q[224],q[225],q[226],q[227],q[228],q[229],q[230],q[231],q[232],q[233],q[234],q[235],q[236],q[237],q[238],q[239],q[240],q[241],q[242],q[243],q[244],q[245],q[246],q[247],q[248],q[249],q[250],q[251],q[252],q[253],q[254],q[255],q[256],q[257],q[258],q[259],q[260],q[261],q[262],q[263],q[264],q[265],q[266],q[267],q[268],q[269],q[270],q[271],q[272],q[273],q[274],q[275],q[276],q[277],q[278],q[279],q[280],q[281],q[282],q[283],q[284],q[285],q[286],q[287],q[288],q[289],q[290],q[291],q[292],q[293],q[294],q[295],q[296],q[297],q[298],q[299],q[300],q[301],q[302],q[303],q[304],q[305],q[306],q[307],q[308],q[309],q[310],q[311],q[312],q[313],q[314],q[315],q[316],q[317],q[318],q[319],q[320],q[321],q[322],q[323],q[324],q[325],q[326],q[327],q[328],q[329],q[330],q[331],q[332],q[333],q[334],q[335],q[336],q[337],q[338],q[339],q[340],q[341],q[342],q[343],q[344],q[345],q[346],q[347],q[348],q[349],q[350],q[351],q[352],q[353],q[354],q[355],q[356],q[357],q[358],q[359],q[360],q[361],q[362],q[363],q[364],q[365],q[366],q[367],q[368],q[369],q[370],q[371],q[372],q[373],q[374],q[375],q[376],q[377],q[378],q[379],q[380],q[381],q[382],q[383],q[384],q[385],q[386],q[387],q[388],q[389],q[390],q[391],q[392],q[393],q[394],q[395],q[396],q[397],q[398],q[399];
u2(0,pi) q[0];
u2(0,pi) q[1];
u2(0,pi) q[10];
u2(0,pi) q[100];
u2(0,pi) q[101];
u2(0,pi) q[102];
u2(0,pi) q[103];
u2(0,pi) q[104];
u2(0,pi) q[105];
u2(0,pi) q[106];
u2(0,pi) q[107];
u2(0,pi) q[108];
u2(0,pi) q[109];
u2(0,pi) q[11];
u2(0,pi) q[110];
u2(0,pi) q[111];
u2(0,pi) q[112];
u2(0,pi) q[113];
u2(0,pi) q[114];
u2(0,pi) q[115];
u2(0,pi) q[116];
u2(0,pi) q[117];
u2(0,pi) q[118];
u2(0,pi) q[119];
u2(0,pi) q[12];
u2(0,pi) q[120];
u2(0,pi) q[121];
u2(0,pi) q[122];
u2(0,pi) q[123];
u2(0,pi) q[124];
u2(0,pi) q[125];
u2(0,pi) q[126];
u2(0,pi) q[127];
u2(0,pi) q[128];
u2(0,pi) q[129];
u2(0,pi) q[13];
u2(0,pi) q[130];
u2(0,pi) q[131];
u2(0,pi) q[132];
u2(0,pi) q[133];
u2(0,pi) q[134];
u2(0,pi) q[135];
u2(0,pi) q[136];
u2(0,pi) q[137];
u2(0,pi) q[138];
u2(0,pi) q[139];
u2(0,pi) q[14];
u2(0,pi) q[140];
u2(0,pi) q[141];
u2(0,pi) q[142];
u2(0,pi) q[143];
u2(0,pi) q[144];
u2(0,pi) q[145];
u2(0,pi) q[146];
u2(0,pi) q[147];
u2(0,pi) q[148];
u2(0,pi) q[149];
u2(0,pi) q[15];
u2(0,pi) q[150];
u2(0,pi) q[151];
u2(0,pi) q[152];
u2(0,pi) q[153];
u2(0,pi) q[154];
u2(0,pi) q[155];
u2(0,pi) q[156];
u2(0,pi) q[157];
u2(0,pi) q[158];
u2(0,pi) q[159];
u2(0,pi) q[16];
u2(0,pi) q[160];
u2(0,pi) q[161];
u2(0,pi) q[162];
u2(0,pi) q[163];
u2(0,pi) q[164];
u2(0,pi) q[165];
u2(0,pi) q[166];
u2(0,pi) q[167];
u2(0,pi) q[168];
u2(0,pi) q[169];
u2(0,pi) q[17];
u2(0,pi) q[170];
u2(0,pi) q[171];
u2(0,pi) q[172];
u2(0,pi) q[173];
u2(0,pi) q[174];
u2(0,pi) q[175];
u2(0,pi) q[176];
u2(0,pi) q[177];
u2(0,pi) q[178];
u2(0,pi) q[179];
u2(0,pi) q[18];
u2(0,pi) q[180];
u2(0,pi) q[181];
u2(0,pi) q[182];
u2(0,pi) q[183];
u2(0,pi) q[184];
u2(0,pi) q[185];
u2(0,pi) q[186];
u2(0,pi) q[187];
u2(0,pi) q[188];
u2(0,pi) q[189];
u2(0,pi) q[19];
u2(0,pi) q[190];
u2(0,pi) q[191];
u2(0,pi) q[192];
u2(0,pi) q[193];
u2(0,pi) q[194];
u2(0,pi) q[195];
u2(0,pi) q[196];
u2(0,pi) q[197];
u2(0,pi) q[198];
u2(0,pi) q[199];
u2(0,pi) q[2];
u2(0,pi) q[20];
u2(0,pi) q[200];
u2(0,pi) q[201];
u2(0,pi) q[202];
u2(0,pi) q[203];
u2(0,pi) q[204];
u2(0,pi) q[205];
u2(0,pi) q[206];
u2(0,pi) q[207];
u2(0,pi) q[208];
u2(0,pi) q[209];
u2(0,pi) q[21];
u2(0,pi) q[210];
u2(0,pi) q[211];
u2(0,pi) q[212];
u2(0,pi) q[213];
u2(0,pi) q[214];
u2(0,pi) q[215];
u2(0,pi) q[216];
u2(0,pi) q[217];
u2(0,pi) q[218];
u2(0,pi) q[219];
u2(0,pi) q[22];
u2(0,pi) q[220];
u2(0,pi) q[221];
u2(0,pi) q[222];
u2(0,pi) q[223];
u2(0,pi) q[224];
u2(0,pi) q[225];
u2(0,pi) q[226];
u2(0,pi) q[227];
u2(0,pi) q[228];
u2(0,pi) q[229];
u2(0,pi) q[23];
u2(0,pi) q[230];
u2(0,pi) q[231];
u2(0,pi) q[232];
u2(0,pi) q[233];
u2(0,pi) q[234];
u2(0,pi) q[235];
u2(0,pi) q[236];
u2(0,pi) q[237];
u2(0,pi) q[238];
u2(0,pi) q[239];
u2(0,pi) q[24];
u2(0,pi) q[240];
u2(0,pi) q[241];
u2(0,pi) q[242];
u2(0,pi) q[243];
u2(0,pi) q[244];
u2(0,pi) q[245];
u2(0,pi) q[246];
u2(0,pi) q[247];
u2(0,pi) q[248];
u2(0,pi) q[249];
u2(0,pi) q[25];
u2(0,pi) q[250];
u2(0,pi) q[251];
u2(0,pi) q[252];
u2(0,pi) q[253];
u2(0,pi) q[254];
u2(0,pi) q[255];
u2(0,pi) q[256];
u2(0,pi) q[257];
u2(0,pi) q[258];
u2(0,pi) q[259];
u2(0,pi) q[26];
u2(0,pi) q[260];
u2(0,pi) q[261];
u2(0,pi) q[262];
u2(0,pi) q[263];
u2(0,pi) q[264];
u2(0,pi) q[265];
u2(0,pi) q[266];
u2(0,pi) q[267];
u2(0,pi) q[268];
u2(0,pi) q[269];
u2(0,pi) q[27];
u2(0,pi) q[270];
u2(0,pi) q[271];
u2(0,pi) q[272];
u2(0,pi) q[273];
u2(0,pi) q[274];
u2(0,pi) q[275];
u2(0,pi) q[276];
u2(0,pi) q[277];
u2(0,pi) q[278];
u2(0,pi) q[279];
u2(0,pi) q[28];
u2(0,pi) q[280];
u2(0,pi) q[281];
u2(0,pi) q[282];
u2(0,pi) q[283];
u2(0,pi) q[284];
u2(0,pi) q[285];
u2(0,pi) q[286];
u2(0,pi) q[287];
u2(0,pi) q[288];
u2(0,pi) q[289];
u2(0,pi) q[29];
u2(0,pi) q[290];
u2(0,pi) q[291];
u2(0,pi) q[292];
u2(0,pi) q[293];
u2(0,pi) q[294];
u2(0,pi) q[295];
u2(0,pi) q[296];
u2(0,pi) q[297];
u2(0,pi) q[298];
u2(0,pi) q[299];
u2(0,pi) q[3];
u2(0,pi) q[30];
u2(0,pi) q[300];
u2(0,pi) q[301];
u2(0,pi) q[302];
u2(0,pi) q[303];
u2(0,pi) q[304];
u2(0,pi) q[305];
u2(0,pi) q[306];
u2(0,pi) q[307];
u2(0,pi) q[308];
u2(0,pi) q[309];
u2(0,pi) q[31];
u2(0,pi) q[310];
u2(0,pi) q[311];
u2(0,pi) q[312];
u2(0,pi) q[313];
u2(0,pi) q[314];
u2(0,pi) q[315];
u2(0,pi) q[316];
u2(0,pi) q[317];
u2(0,pi) q[318];
u2(0,pi) q[319];
u2(0,pi) q[32];
u2(0,pi) q[320];
u2(0,pi) q[321];
u2(0,pi) q[322];
u2(0,pi) q[323];
u2(0,pi) q[324];
u2(0,pi) q[325];
u2(0,pi) q[326];
u2(0,pi) q[327];
u2(0,pi) q[328];
u2(0,pi) q[329];
u2(0,pi) q[33];
u2(0,pi) q[330];
u2(0,pi) q[331];
u2(0,pi) q[332];
u2(0,pi) q[333];
u2(0,pi) q[334];
u2(0,pi) q[335];
u2(0,pi) q[336];
u2(0,pi) q[337];
u2(0,pi) q[338];
u2(0,pi) q[339];
u2(0,pi) q[34];
u2(0,pi) q[340];
u2(0,pi) q[341];
u2(0,pi) q[342];
u2(0,pi) q[343];
u2(0,pi) q[344];
u2(0,pi) q[345];
u2(0,pi) q[346];
u2(0,pi) q[347];
u2(0,pi) q[348];
u2(0,pi) q[349];
u2(0,pi) q[35];
u2(0,pi) q[350];
u2(0,pi) q[351];
u2(0,pi) q[352];
u2(0,pi) q[353];
u2(0,pi) q[354];
u2(0,pi) q[355];
u2(0,pi) q[356];
u2(0,pi) q[357];
u2(0,pi) q[358];
u2(0,pi) q[359];
u2(0,pi) q[36];
u2(0,pi) q[360];
u2(0,pi) q[361];
u2(0,pi) q[362];
u2(0,pi) q[363];
u2(0,pi) q[364];
u2(0,pi) q[365];
u2(0,pi) q[366];
u2(0,pi) q[367];
u2(0,pi) q[368];
u2(0,pi) q[369];
u2(0,pi) q[37];
u2(0,pi) q[370];
u2(0,pi) q[371];
u2(0,pi) q[372];
u2(0,pi) q[373];
u2(0,pi) q[374];
u2(0,pi) q[375];
u2(0,pi) q[376];
u2(0,pi) q[377];
u2(0,pi) q[378];
u2(0,pi) q[379];
u2(0,pi) q[38];
u2(0,pi) q[380];
u2(0,pi) q[381];
u2(0,pi) q[382];
u2(0,pi) q[383];
u2(0,pi) q[384];
u2(0,pi) q[385];
u2(0,pi) q[386];
u2(0,pi) q[387];
u2(0,pi) q[388];
u2(0,pi) q[389];
u2(0,pi) q[39];
u2(0,pi) q[390];
u2(0,pi) q[391];
u2(0,pi) q[392];
u2(0,pi) q[393];
u2(0,pi) q[394];
u2(0,pi) q[395];
u2(0,pi) q[396];
u2(0,pi) q[397];
u2(0,pi) q[398];
u2(0,pi) q[4];
u2(0,pi) q[40];
u2(0,pi) q[41];
u2(0,pi) q[42];
u2(0,pi) q[43];
u2(0,pi) q[44];
u2(0,pi) q[45];
u2(0,pi) q[46];
u2(0,pi) q[47];
u2(0,pi) q[48];
u2(0,pi) q[49];
u2(0,pi) q[5];
u2(0,pi) q[50];
u2(0,pi) q[51];
u2(0,pi) q[52];
u2(0,pi) q[53];
u2(0,pi) q[54];
u2(0,pi) q[55];
u2(0,pi) q[56];
u2(0,pi) q[57];
u2(0,pi) q[58];
u2(0,pi) q[59];
u2(0,pi) q[6];
u2(0,pi) q[60];
u2(0,pi) q[61];
u2(0,pi) q[62];
u2(0,pi) q[63];
u2(0,pi) q[64];
u2(0,pi) q[65];
u2(0,pi) q[66];
u2(0,pi) q[67];
u2(0,pi) q[68];
u2(0,pi) q[69];
u2(0,pi) q[7];
u2(0,pi) q[70];
u2(0,pi) q[71];
u2(0,pi) q[72];
u2(0,pi) q[73];
u2(0,pi) q[74];
u2(0,pi) q[75];
u2(0,pi) q[76];
u2(0,pi) q[77];
u2(0,pi) q[78];
u2(0,pi) q[79];
u2(0,pi) q[8];
u2(0,pi) q[80];
u2(0,pi) q[81];
u2(0,pi) q[82];
u2(0,pi) q[83];
u2(0,pi) q[84];
u2(0,pi) q[85];
u2(0,pi) q[86];
u2(0,pi) q[87];
u2(0,pi) q[88];
u2(0,pi) q[89];
u2(0,pi) q[9];
u2(0,pi) q[90];
u2(0,pi) q[91];
u2(0,pi) q[92];
u2(0,pi) q[93];
u2(0,pi) q[94];
u2(0,pi) q[95];
u2(0,pi) q[96];
u2(0,pi) q[97];
u2(0,pi) q[98];
u2(0,pi) q[99];
measure q[0] -> c[0];
measure q[1] -> c[1];
measure q[2] -> c[2];
measure q[3] -> c[3];
measure q[4] -> c[4];
measure q[5] -> c[5];
measure q[6] -> c[6];
measure q[7] -> c[7];
measure q[8] -> c[8];
measure q[9] -> c[9];
measure q[10] -> c[10];
measure q[11] -> c[11];
measure q[12] -> c[12];
measure q[13] -> c[13];
measure q[14] -> c[14];
measure q[15] -> c[15];
measure q[16] -> c[16];
measure q[17] -> c[17];
measure q[18] -> c[18];
measure q[19] -> c[19];
measure q[20] -> c[20];
measure q[21] -> c[21];
measure q[22] -> c[22];
measure q[23] -> c[23];
measure q[24] -> c[24];
measure q[25] -> c[25];
measure q[26] -> c[26];
measure q[27] -> c[27];
measure q[28] -> c[28];
measure q[29] -> c[29];
measure q[30] -> c[30];
measure q[31] -> c[31];
measure q[32] -> c[32];
measure q[33] -> c[33];
measure q[34] -> c[34];
measure q[35] -> c[35];
measure q[36] -> c[36];
measure q[37] -> c[37];
measure q[38] -> c[38];
measure q[39] -> c[39];
measure q[40] -> c[40];
measure q[41] -> c[41];
measure q[42] -> c[42];
measure q[43] -> c[43];
measure q[44] -> c[44];
measure q[45] -> c[45];
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